78 research outputs found
A moment problem for pseudo-positive definite functionals
A moment problem is presented for a class of signed measures which are termed
pseudo-positive. Our main result says that for every pseudo-positive definite
functional (subject to some reasonable restrictions) there exists a
representing pseudo-positive measure. The second main result is a
characterization of determinacy in the class of equivalent pseudo-positive
representation measures. Finally the corresponding truncated moment problem is
discussed.Comment: 23
The operational matrix of Caputo fractional derivatives of modified generalized Laguerre polynomials and its applications
A NONLINEAR OPTIMAL CONTROL PROBLEM IN DETERMINING THE STRENGTH OF THE OPTIMAL BOUNDARY HEAT FLUXES
Control of damped vibrations of a rod by means of a concentrated force or moment loading
Transcendental numbers and fractal functions in problems of finite control of distributed systems
The probabilistic symmetry breaking of periodic regimes rapidly passing through a zone of chaos into the transparency window
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